Hybrid genetic algorithm for uncapacitated university examination timetabling problem

This study proposes a Hybrid Genetic Algorithm (HGA) for university examination timetabling problem (UETP). UETP is defined as the assignment of a given number of exams and their candidates to a number of available timeslots while satisfying a given set of constraints. This study presents a solution...

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Main Author: Ishak, Suhada
Format: Thesis
Language:English
Published: 2015
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Online Access:http://psasir.upm.edu.my/id/eprint/67728/1/FS%202015%2055%20IR.pdf
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spelling my-upm-ir.677282019-03-21T00:39:53Z Hybrid genetic algorithm for uncapacitated university examination timetabling problem 2015-12 Ishak, Suhada This study proposes a Hybrid Genetic Algorithm (HGA) for university examination timetabling problem (UETP). UETP is defined as the assignment of a given number of exams and their candidates to a number of available timeslots while satisfying a given set of constraints. This study presents a solution for an uncapacitated UETP where five domain-specific knowledges in the form of low-level heuristics are used to guide the construction of the timetable in the initial population. This study propose to use 10% from the total exams to be scheduled with the combination of Largest Degree (LD), Largest Weighted Degree (LWD) and Largest Enrollment (LE) while another 90% is the combination of Saturation Degree (SD) and Highest Cost (HC). The main components of the genetic operators in a Genetic Algorithm (GA) will be tested and the best combination of the genetic operators will be adopted to construct a Pure Genetic Algorithm (PGA). The PGA will then hybridised with three new local optimisation techniques, which will make up the HGA; to improve the solutions found. The first local optimisation technique focuses on inserting a scheduled exam to a new timeslot, second technique is concerned with the swapping of two scheduled exams between two different timeslots and the third technique deals with interchanging the timeslots in the timetable. These new local optimisation techniques will arrange the timeslots and exams using new explicit equations, if and only if, the modification will reduce the penalty cost function. All proposed algorithms are coded in C using Microsoft Visual C++ 6.0 as the compiler. The performance of the proposed HGA is compared with other metaheuristics from literature using the Carter set of benchmark problems which comprises of real-world timetabling problem from various universities. The computational results show that the proposed HGA outperformed some of the metaheuristic approaches and is comparable to most of the metaheuristic approaches. Genetic algorithms Schedules, School - Mathematical models Mathematics 2015-12 Thesis http://psasir.upm.edu.my/id/eprint/67728/ http://psasir.upm.edu.my/id/eprint/67728/1/FS%202015%2055%20IR.pdf text en public masters Universiti Putra Malaysia Genetic algorithms Schedules, School - Mathematical models Mathematics
institution Universiti Putra Malaysia
collection PSAS Institutional Repository
language English
topic Genetic algorithms
Genetic algorithms
Mathematics
spellingShingle Genetic algorithms
Genetic algorithms
Mathematics
Ishak, Suhada
Hybrid genetic algorithm for uncapacitated university examination timetabling problem
description This study proposes a Hybrid Genetic Algorithm (HGA) for university examination timetabling problem (UETP). UETP is defined as the assignment of a given number of exams and their candidates to a number of available timeslots while satisfying a given set of constraints. This study presents a solution for an uncapacitated UETP where five domain-specific knowledges in the form of low-level heuristics are used to guide the construction of the timetable in the initial population. This study propose to use 10% from the total exams to be scheduled with the combination of Largest Degree (LD), Largest Weighted Degree (LWD) and Largest Enrollment (LE) while another 90% is the combination of Saturation Degree (SD) and Highest Cost (HC). The main components of the genetic operators in a Genetic Algorithm (GA) will be tested and the best combination of the genetic operators will be adopted to construct a Pure Genetic Algorithm (PGA). The PGA will then hybridised with three new local optimisation techniques, which will make up the HGA; to improve the solutions found. The first local optimisation technique focuses on inserting a scheduled exam to a new timeslot, second technique is concerned with the swapping of two scheduled exams between two different timeslots and the third technique deals with interchanging the timeslots in the timetable. These new local optimisation techniques will arrange the timeslots and exams using new explicit equations, if and only if, the modification will reduce the penalty cost function. All proposed algorithms are coded in C using Microsoft Visual C++ 6.0 as the compiler. The performance of the proposed HGA is compared with other metaheuristics from literature using the Carter set of benchmark problems which comprises of real-world timetabling problem from various universities. The computational results show that the proposed HGA outperformed some of the metaheuristic approaches and is comparable to most of the metaheuristic approaches.
format Thesis
qualification_level Master's degree
author Ishak, Suhada
author_facet Ishak, Suhada
author_sort Ishak, Suhada
title Hybrid genetic algorithm for uncapacitated university examination timetabling problem
title_short Hybrid genetic algorithm for uncapacitated university examination timetabling problem
title_full Hybrid genetic algorithm for uncapacitated university examination timetabling problem
title_fullStr Hybrid genetic algorithm for uncapacitated university examination timetabling problem
title_full_unstemmed Hybrid genetic algorithm for uncapacitated university examination timetabling problem
title_sort hybrid genetic algorithm for uncapacitated university examination timetabling problem
granting_institution Universiti Putra Malaysia
publishDate 2015
url http://psasir.upm.edu.my/id/eprint/67728/1/FS%202015%2055%20IR.pdf
_version_ 1747812510203904000